At t = 1.0s, the acceleration of a particle in an anti-clockwise circular motion is a=4i-3j a . It moves at constant speed. At time t = 5.0s, the particle’s acceleration is given by a=-3i=(-4)j . (a) Draw the circle traced out by the particle and the acceleration vectors together with their components. Clearly show their directions. b)Find the angle between the acceleration vectors c) Find the radius of the path taken by the particle if t2 – t1 is less than one period

At t = 1.0s, the acceleration of a particle in an anti-clockwise circular motion is a=4i-3j a . It moves at constant speed. At time t = 5.0s, the particle’s acceleration is given by a=-3i=(-4)j . (a) Draw the circle traced out by the particle and the acceleration vectors together with their components. Clearly show their directions. b)Find the angle between the acceleration vectors c) Find the radius of the path taken by the particle if t2 – t1 is less than one period